Hinesberg uncertainty principal
It stated that it is impossible to determine simultaneously both position and momentum of microscopic particle like electron.
Hinesberg propose a mathematical relation for uncertainty principal as-
∆x.∆p~h/4π
where ∆ denote for uncertainty and x denote position , so ∆x denote uncertainty position
and p denote momentum so ∆p denote uncertainty momentum.
If ∆x is very small that means position of particle know more exactly than ∆p would be large and vice-versa.
It stated that it is impossible to determine simultaneously both position and momentum of microscopic particle like electron.
Hinesberg propose a mathematical relation for uncertainty principal as-
∆x.∆p~h/4π
where ∆ denote for uncertainty and x denote position , so ∆x denote uncertainty position
and p denote momentum so ∆p denote uncertainty momentum.
If ∆x is very small that means position of particle know more exactly than ∆p would be large and vice-versa.
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